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%% 专业介绍问答
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\begin{frame}{问：介绍一些学习参考书？ }

\begin{itemize}\itemsep1em
\item  {\color{red} 教材要多读几遍，教材里的例题要熟练掌握。}
\item  没有参考书也没事。
\item  布置的作业要认真思考完成。避免略加思考，做不出，然后抄个答案。
\end{itemize}

\end{frame}


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\begin{frame}{问：介绍一下转专业的情况？  }

\begin{itemize}\itemsep1em
\item 本专业每年有1-3人在读完第一年后，{\color{red}转专业}去本校的会计学、金融学专业等。
\item 或{\color{red}考插班生}转去本市其它高校，但成功率很低。
\item 也有在一、两年后{\color{red}出国}继续读本科。
\item 推荐学习第二专业。

\end{itemize}

\end{frame}

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\begin{frame}{问：跨专业考研适合报考哪些专业? }


\begin{itemize}
\item 近几年来本专业学生报考的研究生专业有：

\vspace{0.5cm}

\begin{itemize}
\item {\color{red}国内：数学，应用数学，应用统计，经济学，金融学，会计学。}
\item {\color{red}国外：数学，应用数学，应用统计，金融数学、数据科学，商业分析，经济学，金融学，会计学。}

\end{itemize}

\end{itemize}

\end{frame}


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\begin{frame}{问：怎样学好大学专业数学？ }


\begin{itemize}\itemsep1em
\item  {\color{red}按时作息}，早起早睡，一日三餐要吃好。%，白天学习，晚上休息。
\item {\color{red}到图书馆和教室自习}。不要整天呆在寝室里。
\item 要注重{\color{red}读懂课本}，书上的例题要重点学习。%避免题海战术。
\item 本科数学专业的各科的思想丰富，要{\color{red}理解概念，看懂例题，做会习题}。

%\item 阅读各类数学参考书，提高自学能力。
\end{itemize}

\end{frame}



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\begin{frame}{问：中学数学与大学数学的关系？ }


\begin{itemize}\itemsep1em
\item 中学是一个知识点反复练。
\item {\color{red}大学是学会一个知识点马上就要接着学习下一个知识点。} 
\item 中学数学是一个湖泊，有明确的考纲范围。
\item 大学数学是一片海洋，无边无际，总有不会的地方。
\end{itemize}

\end{frame}



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\begin{frame}{问：本科数学专业的课程有哪些特点？ }


\begin{itemize}\itemsep1em
\item {\color{red}内容抽象}，需要多多思考，反复领会。
\item 各门数学课程{\color{red}前后衔接明显}，前面的没学好，后面的学起来就很困难。
\item 上课没跟上老师的思路，容易听不懂。所以{\color{red}预习和复习}很重要。
\end{itemize}

\end{frame}



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\begin{frame}{问：本科数学专业课程和经济管理课程有联系吗？ }


\begin{itemize}\itemsep1em
\item {\color{red}现在的经济、管理、金融类课程对数学的要求越来越高了。}参考法国里尔第一大学“应用数学与社会科学专业”的各门课程内容简介，我们可以清楚地看到这一点。
\item {\color{red}经济和金融的研究生课程里，用到的数学越来越深刻了。}想继续深造的同学在大学四年里要打好数学基础。
\end{itemize}

\end{frame}



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\begin{frame}{问：哪几门课程对于数学专业的同学最为重要？ }


\begin{itemize}\itemsep1em
\item 大学一年级要把{\color{red}数学分析}、{\color{red}高等代数}与{\color{red}解析几何}学好。概念要理解，题目要会做。
\item 有了基础才能学好二年级和三年级的数学课程。
\end{itemize}

\end{frame}


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\begin{frame}{问：谈谈大学数学课程的学习方法？ }

\begin{itemize}\itemsep1em
\item 各人都有自己的学习方法。共同点是都{\color{red}花了时间}在学习。方法不外乎{\color{red}听课看书和做题}。

\item 每门课程都做笔记，上课认真听讲，摘录关键要点（定理证明和例子计算），课后复习整理，把课程要求的证明和计算细节补充完整。

\item 按时完成作业，书写工整，题目仔细理解，重新写在作业本上，解答过程要尽量详细。不会做的要留空白，过段时间再做。
\end{itemize}

%笔记本和作业本要经常翻看，不断注解，能用插图说明的要画插图，能做表格说明的要做表格。

%学会使用统计软件和数学软件，在作业和论文中使用内容详实的图表，可以使你的作品生动有趣，易于理解。
%这些是本科数学主要课程，认真学习，勤于思考，方能有所收获。

\end{frame}



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\begin{frame}{问：在立信学数学是否建议辅修一些金融类的学科?}
%其它可以辅修哪些专业？ }


\begin{itemize}\itemsep1em
\item {\color{red}大学四年里要发现自己将来事业的方向}，主动参加相应的选修课和辅修计划。
\item 建议多多辅修，专业一般选金融学和会计学。也有选统计学、经济学和外语的。
\item 辅修时间在大学二三四年级。大一的暑假里报名。
\end{itemize}

\end{frame}



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\begin{frame}{问：大学生活有哪些注意事项？ }


\begin{itemize}\itemsep1em
\item 铺天盖地的课外培训班要慎重考虑，因为完成学校课程已经需要大量时间了。
\item {\color{red}陌生人冒充老师和同学借钱，千万不要相信。}
\item 避免陷入这样的循环：

不学习 $\rightarrow$ 上课听不懂 $\rightarrow$ 对课程没兴趣 $\rightarrow$ 不学习 $\rightarrow$ $\cdots$
%不花时间学习 $\rightarrow$ 上课听不懂 $\rightarrow$ 对课程没兴趣 $\rightarrow$ 不花时间学习 $\rightarrow$ $\cdots$

\end{itemize}

\end{frame}



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\begin{frame}{问：如果想出国求学，有哪些选择和途径？ }


\begin{itemize}\itemsep1em
\item 学好专业课程，有一份好的本科成绩单。
\item 学好外语，考好雅思、托福、{GRE}等。
\item 参考学校主页，了解学校的国际交流项目。
\item 参考国外各大学的主页。
\end{itemize}


\end{frame}


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\begin{frame}{问：实习有哪些途径？什么时间可以实习？ }


\begin{itemize}\itemsep1em
\item 有关实习单位信息，可以询问辅导员和教务员。
%\item 询问学院的教务员，领取实习手册。
\item 时间通常是二、三年级的暑假，和四年级。

\item 建议多参加学校活动，各学院的活动，（例如法律比赛）。

\item 多考虑辅导员推荐的实习单位。


\end{itemize}

\end{frame}




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\begin{frame}{问：在大学期间可以参加哪些学科竞赛和志愿者项目？ }


\begin{itemize}\itemsep1em
\item 参加竞赛和志愿者项目可以很好地锻炼自己。
\item {\color{red}竞赛}：
\begin{itemize}
\item  全国大学生数学竞赛。
\item  全国大学生数学建模竞赛。
\item  全国大学生统计建模竞赛。
\item  “互联网+”和“挑战杯”等创新创业大赛。
\item  等等。
\end{itemize}
\item {\color{red}志愿者项目}：科技馆，植物园，博览会等，可以询问辅导员。
\end{itemize}


\end{frame}


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